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Automatic high frequency ultrasound image segmentation and shape analysis.

机译:自动高频超声图像分割和形状分析。

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摘要

High frequency ultrasound (HFU) is widely used in imaging biological tissues, but it suffers from low contrast, speckle noise, and acoustic attenuation. In this thesis, we focus on three dimensional (3D) HFU image segmentation and segmentation result analysis. Toward these goals, algorithms for image segmentation, spatially varying intensity distribution statistics estimation, and 3D shape decomposition and characterization are proposed.;We firstly propose a fully automatic segmentation method called nested graph cut (NGC) to segment images (2D or 3D) that contain multiple objects with a nested structure. Compared to other graph-cut-based methods developed for multiple regions, our method can work well for nested objects without requiring manual selection of initial seeds, even if different objects have similar intensity distributions and some object boundaries are missing. Promising results were obtained for separating the brain ventricles (BVs), the head, and the uterus region in the 3D mouse-embryo head images obtained using HFU imaging.;Next we consider the segmentation of lymph nodes (LNs) in HFU human LN images, which contain three different parts: LN-parenchyma (LNP), fat, and phosphate-buffered saline (PBS). The main challenge is the large spatial variability of the spatially varying statistics of intensity distribution of LNP and fat pixels due to acoustic attenuation and focusing. To overcome this issue, we proposed two methods to estimate the intensity profile of LNP and fat. The first one is an iterative self-updating segmentation framework combining NGC and robust spline fitting to estimate the depth-dependent intensity mean and variance. The second approach estimates three smooth 3D intensity mean profiles for LNP, fat, and PBS, respectively from a given HFU image, using a random sample consensus (RANSAC) like robust regression method. Compared to depth dependent profiles, 3D spatially varying intensity profiles can model the variability of intensity distributions in all directions. By using these estimated intensity distributions to determine the energy term, NGC can segment LNs in HFU images accurately even when the acoustic attenuation is strong and highly inhomogeneous.;Finally, we explore volumetric analysis of BVs of mouse embryos, which is important to the study of normal and abnormal development of the central nervous system of mouse embryos. Specifically, we develop methods for automatic staging and mutant detection from the segmented BV shapes from the HFU images. We present novel algorithms for deriving the Y-skeleton representation of a BV and decomposing the BV volume into five components (fourth ventricle, aqueduct, third ventricle and two lateral ventricles). Embryo staging and mutant detection are accomplished by analyzing the volume profile along the Y-skeleton and the volumes of the five BV components.
机译:高频超声(HFU)被广泛用于对生物组织进行成像,但是它具有对比度低,斑点噪声和声衰减的缺点。本文主要研究三维(3D)HFU图像分割和分割结果分析。为实现这些目标,提出了图像分割,空间变化强度分布统计估计以及3D形状分解和特征化的算法。首先,我们提出了一种称为嵌套图割(NGC)的全自动分割方法,可以对2D或3D图像进行分割。包含具有嵌套结构的多个对象。与针对多个区域开发的其他基于图割的方法相比,即使不同的对象具有相似的强度分布并且缺少某些对象边界,我们的方法也可以很好地用于嵌套对象,而无需手动选择初始种子。使用HFU成像获得的3D小鼠胚胎头部图像中脑室(BV),头部和子宫区域的分离获得了令人鼓舞的结果;接下来,我们考虑HFU人LN图像中淋巴结(LN)的分割,其中包含三个不同的部分:LN实质(LNP),脂肪和磷酸盐缓冲液(PBS)。主要挑战是由于声学衰减和聚焦,LNP和脂肪像素的强度分布的空间变化统计数据在空间上存在较大的变化。为了克服这个问题,我们提出了两种方法来估计LNP和脂肪的强度分布。第一个是结合NGC和鲁棒样条拟合的迭代自更新分割框架,以估计深度相关的强度均值和方差。第二种方法是使用像鲁棒回归方法那样的随机样本共识(RANSAC),分别从给定的HFU图像估计LNP,脂肪和PBS的三个平滑3D强度平均轮廓。与深度相关的轮廓相比,3D空间变化的强度轮廓可以对所有方向上的强度分布的变化进行建模。通过使用这些估计的强度分布来确定能量项,即使在声音衰减很强且高度不均匀的情况下,NGC仍可以准确地分割HFU图像中的LN。最后,我们探索了小鼠胚胎BV的体积分析,这对研究很重要小鼠胚胎中枢神经系统正常和异常发育的过程。具体来说,我们从HFU图像的分段BV形状中开发了自动分期和突变检测的方法。我们提出了新颖的算法,用于导出BV的Y骨架表示并将BV体积分解为五个分量(第四脑室,渡槽,第三脑室和两个侧脑室)。胚胎分期和突变检测是通过分析沿Y轴的体积分布和五个BV成分的体积来完成的。

著录项

  • 作者

    Kuo, Jen-wei.;

  • 作者单位

    Polytechnic Institute of New York University.;

  • 授予单位 Polytechnic Institute of New York University.;
  • 学科 Electrical engineering.
  • 学位 Ph.D.
  • 年度 2016
  • 页码 129 p.
  • 总页数 129
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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